On Wednesday, June 4, 2014 8:33:28 AM UTC+1, Bruno Marchal wrote:
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> On 04 Jun 2014, at 02:33, [email protected] <javascript:> wrote:
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> On Tuesday, June 3, 2014 5:48:10 PM UTC+1, Bruno Marchal wrote:
>>
>> "My" theory is comp. I just make it precise, by 1) Church thesis (en the 
>> amount of logic and arithmetic to expose and argue for it), and 2) "yes 
>> doctor" (and the amount of turing universality in the neighborhood for 
>> giving sense to "artificial brain" and "doctor".
>> By accepting that this is true only at some level, I make the hypothesis 
>> much weaker than all the formulation in the literature. This does not 
>> prevent me to show that if the hypothesis is weak with respect to what we 
>> know from biology, it is still a *theologically* extremely strong 
>> hypothesis, with consequence as "radical" as reminding us that Plato was 
>> Aristotle teacher, and that his "theory" was not Aristotelian (at least in 
>> the sense of most Aristotle followers, as Aristotle himself can be argued 
>> to still be a platonist, like some scholars defends).
>>
>> So, let us say that I have not a theory, but a theorem, in the comp 
>> theory (which is arguably a very old idea).
>>
>> Usually, the people who are unaware of the mind-body problem can even 
>> take offense that we can imagine not following comp.
>>
>>
>> Because they might not. This is a  problem, because the other thing you 
>> do is tell people they assume not-comp if they don't accept you r theory. 
>> So you are dominating people. 
>>
>>
>> Of course. I *prove* (or submit a proof to you and you are free to show a 
>> flaw if you think there is one).
>>
>> I show comp -> something. Of course, after 1500 years of Aristotelianism, 
>> I don't expect people agreeing quickly with the reasoning, as it is 
>> admittedly counter-intuitive. 
>>
>>
>>
>>
>> Do you think the majority of scientists think consciousness goes on in 
>> extre dimensional reality? 
>>
>>
>> First, I don't express myself in that way.  
>>
>> For a platonist, or for someone believing in comp, and underatdning its 
>> logical consequence, it looks like it is the physicists which think that 
>> matter goes on in extradimensional reality.
>>
>> With comp, it is just absolutely undecidable by *any* universal machine 
>> if its reality is enumerable (like N, the set of the natural numbers) or 
>> has a very large cardinal.
>>
>> Conceptual occam suggests we don't add any axioms to elementary 
>> arithmetic (like Robinson arithmetic). 
>>
>> I then explain notions like god, consciousness (99% of it), matter, and 
>> the relation with Plato and (neo)platonist theology.
>>
>>
>>
>> Do theybelieve in MWI 
>>
>>
>> This is ambiguous.
>>
>> In a sense you can say that comp leads to a form of "super-atheism", as a 
>> (consistent) computationalist believer will stop to believe (or become 
>> skeptical) on both a creator and a creation.
>>
>> So, at the basic ontological level, it is a 0 World theory.
>>
>> What happens, is that the additive-multiplicative structure determine the 
>> set of all emulations, indeed with an important redundancy. They exist in 
>> the sense that you can prove their existence in elementary arithmetic. That 
>> is not mine, that is standard material.
>>
>> You manage one or the other to avoid my argument, pretty much since the 
> beginning.  
>
>
> Not on purpose. I don't get your argument. Not sure anyone get it.
>

 You're a liar. You didn't even read my definition of falsification. 
Russell Standish read it...he understood. 

So you're fucking liar and you've wasted my fucking time for months. 



>
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>>
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>> the infinite multiverse of dreams? 
>>
>>
>> If you agree that the natural numbers obeys to the axioms (with s(x) 
>> intended for the successor of x, that is x+1):
>>
>> 0 ≠ s(x)
>> s(x) = s(y) -> x = y
>> x = 0 v Ey(x = s(y))
>> x+0 = x
>> x+s(y) = s(x+y)
>> x*0=0
>> x*s(y)=(x*y)+x
>>
>> Then you get the "multiverse of dreams" by comp. 
>>
>> Keep in mind the most fundamental theorem of computer science (with 
>> Church Thesis): Universal machines exist. And that theorem is provable in 
>> Robinson arithmetic (in a weak sense), and in Peano Arithmetic (with a 
>> stringer sense).
>>
>>
>>
>> What are the other consequences of the theory. Run me through them.
>>
>>
>> If it helps you to doubt a little bit of physicalism and Aristotelianism, 
>> I am happy enough.
>>
>> The consequence is more a state of mind, an awe in front of something 
>> bigger that we thought (the internal view of arithmetic on itself).  An awe 
>> in front of our ignorance, but also the discovery that such ignorance is 
>> structured, productive, inexhaustible.
>>
>>
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>>
>> So here I would say that PGC was just saying the normal thing. Most 
>> rationalists believe in comp, and what follows has been peer reviewed 
>> enough. (Then humans are humans, and the notoriety of some people makes 
>> ideas having to wait they died before people talk and think, and special 
>> interests and all that, so I admit the results are still rather ignored, 
>> though some people seems to be inspired by them also, hard to say).
>>
>>
>> No that's not right. There are huge chains of unrefuted logic out 
>> there. People don't sign up to those chains, they sign up to what they 
>> accept. Scientists might reject comp if they hear what you've got to say. A 
>> large number would not find that you sought to dominate their options in 
>> comp very scientific. 
>>
>> The problem here Bruno, is you act like they have responsibility to 
>> automatelly go into that process with you, or they are in a position in 
>> which they assume comp, and now they have to find a fault in your 
>> reasoning, or they automatically assume UDA. 
>>
>>
>>
>> Why not?
>>
>> Once a mathematician proves that there are irrational numbers, no one 
>> will come back with a theory claiming that does not exist, or claiming that 
>> 2x^2 = y^2 has non trivial integer solution.
>>
>> Computer science is a bran.... mathematics. Everyone can verify what I 
>> say. That is science: people must follow, or explain where there is a flaw. 
>> The only opposition of some scientists was that my work was too much easy, 
>> like their two years old niece could find herself. I agree, but then she 
>> should publish.
>>
>> Of course the subject makes easy to just ignore all this, because during 
>> all the years of research, I was confronted with scientists just dislilink 
>> the fundamental question, but also the quantum computer science, ... That 
>> is common with *some* (not all of course) among the so called "pure 
>> mathematicians" which just hates applications (and logic was considered as 
>> a branch of pure mathematics by some logicians who j
>>
>
>
> You didn't address my points..beause ng out of this in my experience when 
> you stop addressing point you don't start again. 
>
> No problem. 
>
> You seem to be defining something new there Bruno. Looks a lot simpler 
> than Popper's philosophy. Whereas he'd have to do C&R for however long, 
> before he'd feel able to to say someone was a popperian. He would probably 
> totally irrelevantly do that wait thing, until the person actually said 
> they accepted his argument. 
>
> You've also defined science apparently in terms of mathematical proofing. 
> Apparently youj no longer need that 'test' you'vr been talking about. 
>
>
> I keep insisting on the contrary. We make theory and proof theorem which 
> shows some testable consequence of the theory and we test those 
> consequences.
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> People will have to study it. It could be Popperians are now able to 
> bypass conjecture and refutation  process, for the vast majority of 
> humanity. Pretty sure Deutsch is going to be making everyone in the world 
> Popperian by lunchtime (on grounds Rationalism is unrefutated and all the 
> major explanations in the set he's got are unrefuted for a while. 
>
> So, I guess we're all popperians now, and Popperianism just got a lot 
> simkpler. That's Occam for sure. 
>
>
> We can be partially Popperian. Popper criteria *has been refuted*.
>
> CASE J. & NGO-MANGUELLE S., 1979, Refinements of inductive inference by 
> Popperian 
> machines. Tech. Rep., Dept. of Computer Science, State Univ. of New-York, 
> Buffalo. 
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> Science gets a good deal to. We can get rid of peer review, scientific 
> consensus...those idiots that say nothing is ever proven in science can 
> shut up
>
>
> ?
> Peer review is indispensable. But science "proves" nothing about reality, 
> it makes things relatively plausible or implausible.
>
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> Baiscally, it doesn'tmatter the way you used here.....and I'm definitely 
> not being not going to be engaging you envisionings of scientific method on 
> this occasion.
>
>
> Our problem is that you do philosophy of science to criticize a scientific 
> result. That is close to Bergson mistake. 
> You don't address the specific point in physical/cognitive science here at 
> all. You seem to escape in the meta for never addressing any points made.
>
> Do you agree with step 3, the first person indeterminacy?
>
> Bruno
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> So have fun with it. Let me know what I believe sometime. 
>
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> http://iridia.ulb.ac.be/~marchal/
>
>
>
>

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